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008    150306s2014    njua    ob    001 0 eng d 
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049    INap 
082 04 332.01/51 
082 04 332.01/51 
099    eBook O'Reilly for Public Libraries 
100 1  Ravindran, Kannoo,|eauthor. 
245 14 The mathematics of financial models :|bsolving real-world 
       problems with quantitative methods /|cKannoo Ravindran.
       |h[O'Reilly electronic resource] 
264  1 Hoboken, New Jersey :|bJohn Wiley & Sons,|c[2014] 
264  4 |c©2014 
300    1 online resource (1 volume) :|billustrations 
336    text|btxt|2rdacontent 
337    computer|bc|2rdamedia 
338    online resource|bcr|2rdacarrier 
504    Includes bibliographical references and index. 
505 0  The Mathematics of Financial Models; Contents; Preface; 
       Acknowledgments; 1 Setting the Stage; Why Is This Book 
       Different?; Road Map of the Book; References; 2 Building 
       Zero Curves; Market Instruments; Treasury Bills; Treasury 
       Notes; Treasury Bonds; Eurodollar Futures; Swaps; Linear 
       Interpolation; Step 1: Convert Eurodollar Futures Prices 
       to Forward Rates; Step 2: Calibrate Zero Rates for First 
       Year; Step 3: Calibrate to Obtain Zero Rates for First Two
       Years; Step 4: Calibrate to Obtain Zero Rates for First 
       Five Years; Cubic Splining; Splining over One Time 
       Interval 
505 8  Splining over Two Time IntervalsSplining over Four Time 
       Intervals; Splining over All Time Intervals; Appendix: 
       Finding Swap Rates Using A Floating Coupon Bond Approach; 
       References; 3 Valuing Vanilla Options; Black-Scholes 
       Formulae; Adaptations of the Black-Scholes Formulae; 
       Pricing Options on Dividend-Paying Stocks; Pricing Options
       on Futures Contracts; Pricing Options on Forward 
       Contracts; Limitations of the Black-Scholes Formulae; 
       Application in Currency Risk Management; Risk-Management 
       Strategies-Pros and Cons; Incorporating Views into 
       Strategies; Appendix; Finding a Forward Bond Yield 
505 8  Valuing Path-Dependent, European-Style Options on a Single
       VariableAveraging Options; Installment Options; Valuing 
       path-Independent, European-Style Options on Two Variables;
       Exchange Options; Spread Options; Valuing Path-Dependent, 
       European-Style Options on Multiple Variables; Averaging 
       Spread Options; Lookback Basket Options; References; 6 
       Estimating Model Parameters; Calibration of Parameters in 
       the Black-Scholes Model; Inferring qt, T; Using Implied 
       Black-Scholes Volatility Surface and Zero Rate Term 
       Structure to Value Options; Using Volatility Term 
       Structure; Using Volatility Surface 
505 8  Getting the Implied Stock Prices When i = 0Getting the 
       Implied Probabilities When i = 0; Getting the Implied 
       Stock Prices When i = 1; Getting the Implied Probabilities
       When i = 1; Calibration of Interest Rate Option Model 
       Parameters; Statistical Estimation; Using Historical 
       Implied Volatilities; Using Historical Underlying Values; 
       References; 7 The Effectiveness of Hedging Strategies; 
       Delta Hedging; Hedging the Sale of a Vanilla European-
       Style Call Option on a Nondividend-Paying Stock; Hedging 
       the Sale of a Vanilla European-Style Call Option on a 
       Dividend-Paying Stock 
520    Understanding the math behind the money Finance 
       professionals are routinely faced with a variety of 
       different challenges from clients across a number of 
       industries. From projecting cash flows to modeling future 
       pension benefits to pricing derivatives for hedging to 
       valuing real options, analysts regularly find themselves 
       seeking solutions to these diverse problems. The 
       Mathematics of Financial Models presents real-world 
       problems and shows how various quantitative methods can be
       used to solve them. Self study exercises, results, and pre
       -formatted interactive spreadsheets provide the tools and 
       practical solutions professionals need, along with a brief
       refresher course on key mathematical topics. In addition 
       to this, the book also: -Bridges the gap between highly 
       mathematical quantitative analysis and the practical 
       methodologies needed by investment professionals facing 
       valuation and modeling issues in multiple fields -Serves 
       as a useful reference for financial analysts, sales people,
       and graduate students in economics, accounting, and 
       finance -Covers practical problems across different 
       sectors so as to help today's analyst become familiar with
       a variety of challenges across varying industries Packed 
       with real-world case studies and solutions to everyday 
       problems faced by professionals, The Mathematics of 
       Financial Models is a must-have for those in the financial
       sector or aspiring professionals in finance. 
546    English. 
588 0  Print version record. 
590    O'Reilly|bO'Reilly Online Learning: Academic/Public 
       Library Edition 
650  0 Finance|xMathematical models. 
650  0 Finance|xStatistical methods. 
650  6 Finances|xModèles mathématiques. 
650  6 Finances|xMéthodes statistiques. 
650  7 Finance|xMathematical models|2fast 
650  7 Finance|xStatistical methods|2fast 
776 08 |iPrint version:|aRavindran, Kannoo.|tMathematics of 
       financial models|z9781118004616|w(OCoLC)876287905 
856 40 |uhttps://ezproxy.naperville-lib.org/login?url=https://
       learning.oreilly.com/library/view/~/9781118235522/?ar
       |zAvailable on O'Reilly for Public Libraries 
938    Askews and Holts Library Services|bASKH|nAH21629682 
938    Recorded Books, LLC|bRECE|nrbeEB00066581 
994    92|bJFN